The Moon, Aluminum and Carbon
An incredible thing happens in terms of the moon…
We have to ask first, what is a gram? A thousand grams (a kilogram) is the mass of a cube of 1/10 of a
meter on each side. And what is a meter? It was originally one ten millionths of the distance from the
North Pole to the equator, and is still close to that. This is the metric system. It is based on ten. But why?
Because we have a base ten counting system; we start with one, then proceed to 2, then to 3…until we we
get to 10 and start over…one zero is ten, one one is eleven, one two is thirteen, and so on. Many have
asked why we have a base ten counting system and no one knows why, but it is thought to be because we
have ten fingers to count on.
Then, we ask, what is a mole? It is a number used in chemistry because atoms, molecules and compounds
occur in large numbers and a dozen just won’t do. Therefore it is a very large number. But how did we
define it? Well carbon is at the core of life and 12 is the most divisible number for its size in that it is
divisible by 1, 2, 3, 4, 6,…evenly. And 1+2+3+4+6=16 is greater than 12 which makes it the smallest
abundant number. For instance four is divisible evenly by one and two, but one plus two equals 3 which is
less than four. Thus, we said carbon has twelve grams per mole. This allowed us to determine the mole as
the number of atoms in 12 grams of carbon, grams defined in terms of water and the earth’s size, The
number was determined by Avagadro and is 6.02E23.
Now, according to my theory, aluminum (Al) and boron (B) are very important because they result in an
interesting equation for artificial intelligence, which we have said is:
And aluminum and boron bring it about because boron is out of place in the AI periodic table that I said
was:
And, aluminum is the dummy element in its place. Now, back to the moon. Let us make an equation for it
that describes the location in its period as the fraction of an amplitude. A time dependent wave equation
for the lunar orbit. We will say it is at -0.5 at its start around the Earth, and at +0.0374 at it next maximum
because its period is (27.322 days)/(365.25636 days/year)= 0.0748 years. Divide that by two and you
have 0.0374 years. Thus in a time dependent wave equation for the moon it oscillates between the
negative of that value and the positive. We have . Since the moon
revolves (365.2563)/(27.322)=13.36858 per Earth revolution around the Sun. This can be written:
The t is in Earth years. See the illustration on the next page…